Numbers proportional to the direction cosines are called:
APosition vectors
BRectangular axes
CDirection ratios
DDirection cosines
Answer & Solution
Correct answer: C. Direction ratios
1. Multiplying each direction cosine by the length gives lr, mr and nr.
2. These numbers stay proportional to the direction cosines.
3. They are called the direction ratios, written as a, b and c.
_Source: syllabus Mathematics Part II, Chapter 10, Vector Algebra._
Keep practising Three Dimensional Geometry
Browse all Three Dimensional Geometry questions for CBSE Class 12 (Commerce), or explore more Mathematics topics.
Related questions
A line with direction ratios (1, 2, 2) is perpendicular to the line with ratios:Parametric equations x = 1 + 2λ, y = 3 - λ, z = 4λ give direction ratios:The line r = (2i - j + 4k) + λ(i + 2j - k) has direction ratios:How many straight lines pass through two distinct points in space?What is the length of the segment from P(-2, 4, -5) to Q(1, 2, 3)?Lines through two disjoint pairs of four non coplanar points are:A unit vector along the common perpendicular of lines with directions b1, b2 is:If (b1 x b2) . (a2 - a1) = 0 for two lines, the lines are: